Beijing Institute of Mathematical Sciences and Applications

Quantum affine algebras and the Langlands program represent a profound intersection in modern mathematics, particularly in representation theory. Quantum affine algebras extend the theory of affine Kac-Moody algebras, playing a vital role in studying quantum groups. Meanwhile, the Langlands program connects number theory and representation theory, revealing deep relationships between Galois groups and automorphic forms. Recent developments highlight a significant relationship between these areas through the geometric Langlands correspondence, bridging classical concepts and quantum contexts. This connection paves the way for new insights in categorification and quantum topology, enriching both theoretical understanding and practical applications.

We will provide accommodations for all attendees and cover transportation for invited speakers. If you wish to attend the workshop, please register by September 29, 2024. Due to limited capacity, we are unable to accept all applicants. Successful candidates will be notified via email.